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Course Catalog

MATH 101 Calculus I 3 Credits
Basic functions; their properties and applications to modeling. Rate of change, limit, derivative and linear approximation. Computational techniques. Local and global extrema. Applications to optimization problems. The definite integral. Antiderivatives and the Fundamental Theorem of Calculus. Integration techniques. Improper integrals. Applications.

Last Offered Terms Course Name SU Credit
Spring 2017-2018 Calculus I 3
Fall 2017-2018 Calculus I 3
Summer 2016-2017 Calculus I 3
Spring 2016-2017 Calculus I 3
Fall 2016-2017 Calculus I 3
Summer 2015-2016 Calculus I 3
Spring 2015-2016 Calculus I 3
Fall 2015-2016 Calculus I 3
Summer 2014-2015 Calculus I 3
Spring 2014-2015 Calculus I 3
Fall 2014-2015 Calculus I 3
Summer 2013-2014 Calculus I 3
Spring 2013-2014 Calculus I 3
Fall 2013-2014 Calculus I 3
Spring 2012-2013 Calculus I 3
Fall 2012-2013 Calculus I 3
Spring 2011-2012 Calculus I 3
Fall 2011-2012 Calculus I 3
Spring 2010-2011 Calculus I 3
Fall 2010-2011 Calculus I 3
Spring 2009-2010 Calculus I 3
Fall 2009-2010 Calculus I 3
Spring 2008-2009 Calculus I 3
Fall 2008-2009 Calculus I 3
Spring 2007-2008 Calculus I 3
Fall 2007-2008 Calculus I 3
Spring 2006-2007 Functions:Discrete and Continuous I 3
Fall 2006-2007 Functions:Discrete and Continuous I 3
Summer 2005-2006 Functions:Discrete and Continuous I 3
Fall 2005-2006 Functions:Discrete and Continuous I 3
Summer 2004-2005 Functions:Discrete and Continuous I 3
Fall 2004-2005 Functions:Discrete and Continuous I 3
Summer 2003-2004 Functions:Discrete and Continuous I 3
Fall 2003-2004 Functions:Discrete and Continuous I 3
Fall 2002-2003 Functions:Discrete and Continuous I 3
Fall 2001-2002 Functions:Discrete and Continuous I 3
Fall 2000-2001 Functions:Discrete and Continuous I 3
Fall 1999-2000 Functions:Discrete and Continuous I 3

Prerequisite: __
Corequisite: MATH 101R
ECTS Credit: 5 ECTS / 6 ECTS (for students admitted in the 2013-14 Academic Year or following years)
General Requirements: